\begin{figure}[H]
\begin{center}
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\node(72) at (15,-7.2) [lbluecell] {\textbf{g}$_{17}$};
\node(73) at (16,-7.2) [lbluecell] {\textbf{\#}$_{18}$};
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\node(101) at (10,-10.2) [lbluecell] {\textbf{e}$_{13}$};
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\node(103) at (12,-10.2) [lbluecell] {\textbf{i}$_{15}$};
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\node(107) at (0,-11.2) [greencell] {2};
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\node(109) at (2,-11.2) [magentacell] {\textbf{g}$_{17}$};
\node(110) at (3,-11.2) [lbluecell] {\textbf{\#}$_{18}$};
\node(111) at (0,-12.2) [greencell] {0};
\node(112) at (1,-12.2) [lbluecell] {\textbf{r}$_{14}$};
\node(113) at (2,-12.2) [lbluecell] {\textbf{i}$_{15}$};
\node(114) at (3,-12.2) [lbluecell] {\textbf{n}$_{16}$};
\node(115) at (4,-12.2) [lbluecell] {\textbf{g}$_{17}$};
\node(116) at (5,-12.2) [lbluecell] {\textbf{\#}$_{18}$};
\node(117) at (0,-13.2) [greencell] {0};
\node(118) at (1,-13.2) [lbluecell] {\textbf{␣}$_{6}$};
\node(119) at (2,-13.2) [lbluecell] {\textbf{e}$_{7}$};
\node(120) at (3,-13.2) [lbluecell] {\textbf{n}$_{8}$};
\node(121) at (4,-13.2) [lbluecell] {\textbf{g}$_{9}$};
\node(122) at (5,-13.2) [lbluecell] {\textbf{i}$_{10}$};
\node(123) at (6,-13.2) [lbluecell] {\textbf{n}$_{11}$};
\node(124) at (7,-13.2) [lbluecell] {\textbf{e}$_{12}$};
\node(125) at (8,-13.2) [lbluecell] {\textbf{e}$_{13}$};
\node(126) at (9,-13.2) [lbluecell] {\textbf{r}$_{14}$};
\node(127) at (10,-13.2) [lbluecell] {\textbf{i}$_{15}$};
\node(128) at (11,-13.2) [lbluecell] {\textbf{n}$_{16}$};
\node(129) at (12,-13.2) [lbluecell] {\textbf{g}$_{17}$};
\node(130) at (13,-13.2) [lbluecell] {\textbf{\#}$_{18}$};
\node(131) at (0,-14.2) [greencell] {0};
\node(132) at (1,-14.2) [lbluecell] {\textbf{\#}$_{18}$};
};
\end{tikzpicture}
\end{center}
\caption{The embedded \textit{lcptab} array for the interval $[6..9]$.}
\label{fig:elcptab}
\end{figure}
